Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ankush_Bhaskar_061723_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 05, 2009 |
Start Time | | 2009/04/05 00:00 |
End Time | | 2009/04/05 06:00 |
Key Words | | mp |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.28 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ankush_Bhaskar_061723_1 |
Minimum Dst Value | | 3 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
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)
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